Stability of the classical type of relative equilibria of a rigid body in the J 2 problem

Author:

Wang Yue,Xu Shijie

Publisher

Springer Science and Business Media LLC

Subject

Space and Planetary Science,Astronomy and Astrophysics

Reference30 articles.

1. Aboelnaga, M.Z., Barkin, Y.V.: Stationary motion of a rigid body in the attraction field of a sphere. Astronom. Zh. 56(3), 881–886 (1979)

2. Balsas, M.C., Jiménez, E.S., Vera, J.A.: The motion of a gyrostat in a central gravitational field: phase portraits of an integrable case. J. Nonlinear Math. Phys. 15(s3), 53–64 (2008)

3. Barkin, Y.V.: Poincaré periodic solutions of the third kind in the problem of the translational-rotational motion of a rigid body in the gravitational field of a sphere. Astronom. Zh. 56, 632–640 (1979)

4. Beck, J.A., Hall, C.D.: Relative equilibria of a rigid satellite in a circular Keplerian orbit. J. Astronaut. Sci. 40(3), 215–247 (1998)

5. Beletskii, V.V., Ponomareva, O.N.: A parametric analysis of relative equilibrium stability in a gravitational field. Kosm. Issled. 28(5), 664–675 (1990)

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